In the following figure (which is not drawn to scale), determine the length x to nearest tenth. B 53 C A 65.4

Q: For the figure shown, find m21 121° 579 (The figure is not drawn to scale.) m21 =°

A: Consider the triangle as shown in the figure below:   Here, the objective is to find the m∠1=m∠BAC

Q: e length of the other Sside?

A: Given that : Each office is in the shape of a right triangle. One side of office = 11 feet long…

Q: H(t)= '/ut? -19t +809 %3D What are the valUes Off at 341 feet high?

A:

Q: E Consider the following measures of the segments shown in the diagram. BC = 6 cm AB = 10 cm 8. CD =…

A: Solution: Given data, BC = 6 cm AB = 10 cm CD = 8 cm ED = ? Let length of ED = x cm CA = CB + BA…

Q: Find the measure of arc HF. 10x 21x-3 F 78° 45° 60° O 53°

A: Topic: circle

Q: P. 60° 8 ft R 3) What is the measure of arc QRS in degrees? 4) What is the length of arc QRS? 5)…

A:

Q: Given a circle of radius r, what is the long-run behavior (r 0) for the ratio of the area to the…

A: Area of a circle =πr2Circumference of a circle = 2πr

Q: Curtis wants to build a model of a 180-meter tall building. He will be using a scale of 1.5…

A: 60 cm

Q: What is the measure of arc SU in the diagram below? 230 T S R. 100° U O 130° O 30° O 330° O 100°

A: We know, total measure of the arc around a circle is 360°.

Q: D Consider the following measures of the segments shown in the diagram. 8 АВ 3 12 ст AC = 8 cm B 12…

A:

Q: Q2: Draw a scale when 2m is equal to 5cm then show a distance of 4.02m and 2m 6dm 9cm on this scale.

A: Q2)

Q: What is the measurement of a in degrees? [? ]° (7,-V15)

A:

Q: Use the figure below to answer the following question. 100 Triangle ABC is inscribed in a circle O.…

A:

Q: Complete the table. Distance, s (Arc length) Radius, r Angle, 0 57 ? yd 5.1 yd - Distance, s (Arc…

A: We need to find arc length.

Q: Find the length of the midsegment below. The diagram is not to scale. 47 56 4x+ 2 47 56 4x + 44 42…

A: According to mid  segment theorem, A line segment that connects two mid points of the sides of a…

Q: The drawing below represents a 22-foot ladder with its base placed 10 feet from the bottom of a…

A:

Q: To measure the height of an inaccessible cliff on the opposite side of a river, a surveyor makes the…

A: This question is based on sine rule and trigonometric ratio .

Q: Given: ABCDE VWXY Z .D 12 A 45 E 15 z. 8 What is the scale factor of ABCDE to VWXYZ? sf = ? 21

A:

Q: 9 yd 75 A) What is the length of arc PQ?

A:

Q: 7. In the circle, mBC = 62°. The diagram is not drawvn to scale. 五 What is -CP? 1649 315

A:

Q: Find the ratio.  1cm (map) = 500 m (actual)  the scale ratio is 1 to ?

A:

Q: necessary, round to the nearest TENTH. Part of Pyramid Value Correct? h 7 25 B LA. S.A. V 48

A:

Q: 8. Based on the diagram below, what Is the measure of arc HK ? A. 24° (Zx+30) В. 96° С. 12° D. 132°…

A: As per guideline we have to solve one question

Q: A tent frame is made as shown in the diagram. How long must the metal rods be to support the roof?…

A:

Q: To measure the height of an inaccessible cliff on the opposite side of a river, a surveyor makes the…

A: Consider the figure below where the measurements are labelled to find the height h of the cliff.

Q: 3° 1056 ft Use the information in the image to calculate the depth of the tunnel. ft Round to the…

A: Topic:- trigonometry and geometry

Q: Alana has a tent in the shape of a triangular prism, as shown in the diagram. 6 ft 6 ft 8 ft 4 ft…

A: To find the amount of fabric needed to make the tent

Q: Calculate the length AB across the cloud shown below, using the following: AC = 500 m, 2C = 90°, and…

A:

Q: Andrew decides to purchase a parcel of land adjoining his current lot at the lake to build a garage…

A:

Q: You decided to construct a backyard gazebo and need to brace each corner by placing a 10-inch wooden…

A: Let x = the distance from the corner

Q: 3.4 D Hailey 32.9° C Using the image above, what is the measure of side AC? Round to 2 decimal…

A: Given triangle ACD is a right triangle with right angled at C. To find the length of side AC

Q: Consider the following measures of the segments shown in the diagram. B 12 CF = 9 cm EF = 6 cm 6 9…

A: I have given an answer in step 2.

Q: 9. Measurements were taken to determine the span of a gorge. Use the diagram below to determine the…

A:

Q: In the figure below, find the approximate value of x. 53 30° 58° 26.5 O31.25 O 30.60 O 22.47

A: Given Triangle is as below:

Q: To estimate the height of a pole, a basketball player exactly 2 m tall stood so that the endsof his…

A:

Q: Use the figure at the right to complete the proportion. M4 QL SQ PM[ ?] T W K QL SQ PM

A: Given lines SRJ, QTP, and LWM are parallel to each other.

Q: Find the length of arc JK. Round to the nearest tenth. M70° 3 in. K The length of arc JK is inches.

A: We have to find arc length

Q: Consider the following measures of the segments shown in the diagram. B. 12 CF = 9 cm 6. EF = 6 cm…

A:

Q: The width of a dining room floor in a scale drawing is 6in. The actual width is 30ft. What is the…

A: he width of a dining room floor in a scale drawing is 6in. The actual width is 30ft. 6 in. is…

Q: Find x. X 99in. 11 x 10in. Figure is not drawn to scale. 22in. in.

A:

Q: What is the approximate value of x in the figure belowa 470 723 580 427 3244 ft. O 3169 ft. 820 ft.…

A:

Q: Follow the rules for working with measurements. 8.00 m a

A:

Q: To measure the height of an inaccessible cliff on the opposite side of a river, a surveyor makes the…

A:

Q: Consider the following measures of the segments shown in the diagram. AB = 4 cm AD = 8 cm (Figure…

A: In the given diagram,  AB = 4 cm AD = 8 cm Length of segment AC = x = ?

Q: Consider the following measures of the segments shown in the diagram. B BF = 4 cm EF = 8 cm 8. DF =…

A:

Q: Use the figure below to answer the following question. 100° C Triangle ABC is inscribed in a circle…

A:

Q: Draw a scale on grid sheet when 2m is equal to 5cm then show a distance of 4.02m and 2m 6dm 9cm on…

A: A grid sheet is used for drawing a graph of a function. A scale can be drawn for distance unit by…

Q: To measure the height of an inaccessible cliff on the opposite side of a river, a surveyor makes the…

A: Consider the following figure.

Q: 11 feet to 20 yardsWrite the following comparison as a ratio reduced to lowest terms.

A: 1 foot=30.48 cm1 yard=91.44 cmHence the given ratio of 11 feet by 20 yards can be expressed in terms…

Angles in Circles

Angles within a circle are feasible to create with the help of different properties of the circle such as radii, tangents, and chords. The radius is the distance from the center of the circle to the circumference of the circle. A tangent is a line made perpendicular to the radius through its endpoint placed on the circle as well as the line drawn at right angles to a tangent across the point of contact when the circle passes through the center of the circle. The chord is a line segment with its endpoints on the circle. A secant line or secant is the infinite extension of the chord.

Arcs in Circles

A circular arc is the arc of a circle formed by two distinct points. It is a section or segment of the circumference of a circle. A straight line passing through the center connecting the two distinct ends of the arc is termed a semi-circular arc.